Digital filter design
Positive Trigonometric Polynomials and Signal Processing Applications
Positive Trigonometric Polynomials and Signal Processing Applications
IEEE Transactions on Signal Processing
Envelope constrained filter with linear interpolator
IEEE Transactions on Signal Processing
Peak-constrained least-squares optimization
IEEE Transactions on Signal Processing
Symmetric Orthogonal Complex-Valued Filter Bank Design by Semidefinite Programming
IEEE Transactions on Signal Processing
Efficient Large-Scale Filter/Filterbank Design via LMI Characterization of Trigonometric Curves
IEEE Transactions on Signal Processing
Optimized analog flat filter design
IEEE Transactions on Signal Processing
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Analog filters constitute indispensable components of analog circuits. Inspired by recent advances in digital filter design, this paper provides a flexible design for analog filters. All-pole filters have maximally flat passband, so our design minimizes their passband distortion. Analogously, maximally flat filters have maximally flat passband, so our design maximizes their stopband attenuation. Its particular cases provide flexible alternatives to the classical counterparts. Semidefinite program (SDP) formulations for the posed filter design problems are presented, which are efficiently solved by existing optimization software. Several examples and comparisons are provided to validate the viability of our design.